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About this document
This is a prototype of an automatic report that documents how the user specified the operating model and their various justifications.
Introduction
Describe the history and current status of the fishery, including fleets, sectors, vessel types and practices/gear by vessel type, landing ports, economics/markets, whether targeted/bycatch, other stocks caught in the fishery. The fishery began in BC in 1945, however significant catch were taken by the Washington fleet before this. “Catch summaries in the previous assessment (Stanley et al. 2005) began with the 1967 calendar year. While landings by Canadian vessels were assumed to be negligible for earlier years, we were aware of significant landings by Washington State vessels, but did not attempt to estimate these catches. Prior to 1967, rockfish were not identified to species in Washington landings; they were grouped as “Pacific ocean perch” or “other rockfish” (ORF). Canary rockfish were a significant but unknown proportion of the latter group. Furthermore, early Washington State data did not always distinguish whether fish caught in Area 3C originated from the northern Washington State or B.C. portion of this area. Recently, Methot and Stewart (2005) and Stewart (2007) reconstructed canary rockfish catches from U.S. waters back to 1932 for Washington-California. For Washington landings, they used the Washington trawl ORF landings from 1930-1966 and the observed proportions of canary rockfish in 1967-1970 landings to reconstruct the 1930-1966 landings to Washington State." (Stanley et al. 2009) The fishery consists of a hook and line/trap (HL) and a trawl fishery. The fishery exists all along the west coast except in the Sailish Sea. This is a targeted fishery, though are also caught in halibut, lingcod and rockfish fisheries; there is now 100% retention, 100% dockside monitoring and at sea observers.
Describe the stock’s ecosystem functions, dependencies, and habitat types. “Canary rockfish typically inhabits rocky bottoms at depth of 70-270 metres, from the western Gulf of Alaska south to northern California.” (http://www.dfo-mpo.gc.ca/species-especes/profiles-profils/canary-rockfish-sebaste-canari-eng.html) “Larval rockfish feed on diatoms, dinoflagellates, tintinnids, and cladocerans. Juveniles consume copepods and euphausiids of all life stages. Adults eat demersal invertebrates and small fishes, including other species of rockfish.” (https://www.fisheries.noaa.gov/species/canary-rockfish) “In California studies, larvae and pelagic juvenile canary rockfish are reported to occupy the top 100 m for up to 3-4 months after parturition, and then settle to benthic habitats gradually moving deeper as they grow and age (Love et al. 2002). However, little is actually known about the spatial distribution of larval and juvenile stages in B.C. waters.”; “Pelagic juveniles feed on an array of planktonic items. Adults and subadults primarily eat krill and small fishes. Significant predators probably include lingcod. Like all rockfish, they have closed swim bladders and usually die if released after routine capture. Work in Oregon has shown that movements by adults that exceed 100 km are possible (DeMott 1983).” (CSAS 2009)
Provide all relevant reference materials, such as assessments, research, and other analysis. NOAA stock assessment for SE Alaska: Olson et al. 2017 The status of canary rockfish (Sebastes pinniger) in the California Current in 2015: Thorson and Wetzel 2016 DFO stock assessment: Stanley et al. 2009
Fishery Characteristics
Longevity
Answered
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Very short-lived (5 < maximum age < 7)
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Short-lived (7 < maximum age < 10)
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Moderate life span (10 < maximum age < 20)
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Moderately long-lived (20 < maximum age < 40)
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Long-lived (40 < maximum age < 80)
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Very long-lived (80 < maximum age < 160)
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Justification
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Different models give different predictions of relative depletion. see figures J.26, J.27, J.30, J.31 (Stanley et al. 2009)
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)
Stock depletion
Answered
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Crashed (D < 0.05)
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Very depleted (0.05 < D < 0.1)
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Depleted (0.1 < D < 0.15)
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Moderately depleted (0.15 < D < 0.3)
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Healthy (0.3 < D < 0.5)
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Underexploited (0.5 < D)
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Justification
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Different models give different predictions of relative depletion. see figures J.26, J.27, J.30, J.31 (Stanley et al. 2009)
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)
Resilence
Answered
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Not resilient (steepness < 0.3)
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Low resilience (0.3 < steepness < 0.5)
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Moderate resilence (0.5 < steepness < 0.7)
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Resilient (0.7 < steepness < 0.9)
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Very Resilient (0.9 < steepness)
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Justification
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Steepness is fixed at 0.55 or 0.7. Given that steepness is not estimated and this is one-way trip data, it is fair to assume that chosen steepness is uncertain.
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)
Historical effort pattern
Answered
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Stable
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Two-phase
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Boom-bust
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Gradual increases
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Stable, recent increases
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Stable, recent declines
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Justification
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See exploitation estimates in Figure J.5, J.9, J.13 (Stanley 2009). These all indicate an early increase in fishing mortality in the 1940s, which was relatively stable until the 1980s, and then increased steadily thereafter.
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7a7Q33sUgBnbiTcX6P49PSQ2lA03Kelg4c2QcKO2qH5y1NibQJ/7C8xzNZt0zSmP9vLt9HeumXn/3+aLn0IUfhYfd0J58RDyKVNsfzr8qPlQ8yZQ8OfrpnHijsoC7lc10BTYr56undvXFA06I2vPmxgMIW6FI+I27Cl07MzPduVhwkyio6DGjTmx8LKNAy8Q4iTWyv35o6rjRt8GeN7x0voEDLRJzG1L+f/fF5vncz/b9GB4nmEVBorW5tuI/FupjIab6D8/rwSnVpUZsdJJpHQKGlunXgqCza1Zje3BkdZ0/3biYBbXiQaB4BhVbqbj6jXs7u1aNr6WTPm8/SLwYf/mHTS87PIaDQQl3O5yZvKld/LnzFxUkEFNqny/kUUIBgbQ3oLAEFWiZeQF9+uD/23gI7QMd36lyIgEJbdHq/Z1msgL7Zm9jajjuDKf9QAgqtcNDtA0dlkQI61U8BhR2lnmXxTuXs3fjoZKTRxvliBBRaQD7L4l1M5OIT3+MQUKBlol3OLvJ5R7MEFGiZVVwPdDUEFDbFdvsFom3CCyjsKMeNLhTvINKD+UstRUBhA9SzTrzrgdatgpbviRQ62UlAYQPks07EifT9eycXPSugwA6KdhCpPo1ndwQU2DVrCmg2U3S5O3wIKKyL/Z4LihTQu9cn3ZhZt5y8cWcAAYW1ODhw4GhR67uc3bJzRQUU1kE8G1jj9UBPl9uIF1CgZdYY0CVn2wso0DLrvCL9m/39Pwr/bgGFlbHZHmbZgOZ7NucfhV+egMJqOGgUTECh29RzCUsH9G46ZWmBaUxLE1BYBfVcwubuytmUgAItI6AAgQQUusduz0gEFLrlwKma8cQL6Kun+2PvvV7yc80SUIhBPCOKdj3QO6YxAR0T74r0AgrtZa1zJeLdE6l346OTkc+X/2QzH0pAIYx9nqsS7a6cvasRPk0dAYUQDhmtULQr0ve/F+HT1BFQCKGeKxQtoO4LD3RNtE14AYXWsNG+JvEOIi11w6MFCCgsxET59YkU0DWsggooLEQ81yfWRPrBo17/3snSH6eGgAItE+GCylVMpId1ss2+GQIK285Oz42JcEX6Kq5ID2sjnhvjcnYAgQQUtpFt9lYQUNg2LoncGrED+nyv17v5Wfj3X0xAISeerREtoC/upEfej7Nj8Cu5sIiAAi0TK6DH2dSlN3srm8UkoHSWTfbWihTQtJxJNbOMphcHvbX8J5v5UAJKRwloa8W7mMiV18PrKp+u5OrKAgq0TLTL2aX7PdP10AerujqogNIl1ji3QtQLKh/nx48EFJZhk31rRA3oYX74SEBhGeK5NWIGdHhruWRL/srr5T/a9IcSUHaYaG6leHflfDDcBZquiDqIBAuzyb614h2Fv/zs97Mt+MEPexfe32Nw8vLo6OjTk5D1UwFlV4nn1ooU0OFlQW/lf6pcAX31qHTB0JvPonxS2FaquQtinYmUn4N05XUW0Hcr1jDP7kxdc/lyw/M9BZSdYZt9V0Q7F37wYv+9dK3y639ZuXJ5mgX2+n7uWnbGfLP7eAooO0M8d8WaLmeXrpf2H5ceeLHX9Ix5AWWLWeXcTWsK6PFMLtOkNjpjXkDZXrbZd9R6AppPc5p02ms2W1RAgZaJcFfOZNVy5t6cs6ubM9vrTc9XElC2iDXObhBQiM8me0dEuK3xjR/N3tx46rbGxdWaJtiEZ7cIZgctvQ90sNBShzO1HJ44vzABpb2scXbUsgFNOrjIhng6z/5K+V5zZw+b3jpJQGmbcTDFs6Oi7QOdk9HsbnP9/Y+OUp/kM+mb3fdDQGkPa5xk1hXQ7H7HE/r3G31QAaVF5JNMhID2Hix0RH3wtJzQ/r2mV2QSUDbHGieVlj6IdJjU8FK6RX6p5ih8YfDq6On+/v69o2cB17MTUNZnOpgCSqWlA3raq+KWHmw1wWQhy5/K+eKagLLtBJMgUW8qt1ICyuoIKEEElC4STKKIdFO5D/ffa3pcqD66VTtWm34qGHJQiJVY0/VAKwgoqzRZSMFkJdoa0FkCSh2rmGzA5gJ6/vbk8yaLCyhlgkkLbDCgDQlotwkmLSSgbAXBpI0ElFYSTLaBgNIeNtHZMgJKWwgmW0dAaQX1ZBsJKK0gn2yjmAF9e3T06evzQaPZnYsTUKBl4gX0+bX8MnZf37782fRzM/eND7jonYDuHqudbLloAX0yTGISy5nbbQoos+z2ZOvFCmh6183Lf7CXJDG94fuV6Usznd0RUMrUk10QKaDpfd/vJyuaaRLTgj6YXiB9sNltjGc+lIDuEvlkF0QK6GGvd/W8CGh6m6SrM0tUZrUJAQVaJtIFlR9m+z2LgCarozPb8MtftV5AgZaJekuPIqAXpPJ0uY14Ad16dnuya9YY0GQ1dZlVUAHdas5tZxetbxM+eXx//48af8DxhxLQbSae7KJ4B5FujQJ6XHUQaWkCCrRMpICeFnPo04Amf17ueHs1Ad061jrZdZECmk5S6j9OAzr4Ya9iIn0EArpV7POkC2KdiTRxsubMqZwxCOhWEU+6INq58Ok6aGH2YiIxCCjQMhEvZ3f2KL0eU//ms+U+0UUEtP2sddIxLqhMJPZ50j2R5oH+2QqOGk0R0FZTT7oo2plIlx+vuKEC2mrqSRdFC2jixor2fuYEFGiZSPtAX+QXTO7fXMkB+IyAto6tdrou3jSmp9fyht5b0aa8gLaKifIQ+a6cT/fyeaAr2R0qoK0inhB9GtPZo7yhN+MnVECBlok/D/TVo6a3i1uMgAItEz2ggxd3BXRX2WyHCZEDmtVzNUeSBHTDHDSCaTEDmm28pztAVzIfVEA3Sj1hVrSADg8fXX687Ee6gIBulHrCrEjnwhcTmFY2CfRcQIHWiXgq5ypPQzoXUKB1ogX0xqo23YcEdBNsuEONSJvwn7qc3S5y3AhquaAyF3HcHeYQUKrJJ8y1bEC/vp3fEL43yZlIW08+YS4BBQi0dEDvXr/xo/R/J90QUGDn2QdKmQ13aEBAGXG+OzQTaR7oy6PyTNCXT12NafvIJzQV7Uyk0mGjya9iEdAVU09oSkABAi0d0J/uJ7691+t/a3/ojmlMQBcsHdA3e70KV2N9vtKHEtDVsOUOoZbfhD+s6OfluhXQ9IjT580+ZfahBHQVHDiCcMsHdHB0dPRJsgn/0dHIycxCb0+GyXxxJ7/08rtNj9ML6Ao48A7LWMVBpJrnB09Ga6n9B83eQ0Cjk09Yzkrmgc4YBTTd3k8PN2U372xWUAGNTj5hOes5E2kY0NMkm/m2+9nDpofqBRRomRUF9GRyfXQY0MPx8flBUtBbTV5SQIGWiRbQwSejeaDXr02vXBYBTaM52m5P1kavNDmQJKDR2HKHOGIF9HRyOmh1QCeONTU9X0lAI3HkCGKJFNDp6fQ3KzfhBXTzHHmHeCIF9DiN5ie3e/1/9fROxQyl8T7Q/veGjyXNFdB1k0+IKdI0pvyI0GG2i/N4dudmGtC0nKelA0f2gW6AfEJM0SbSp6uWx1kfJw4VjZ5PXPrlZ78/WgVNH3IUHthmUc9EOs1nKZ3OXEykfNO5bLt98NM980CBLRc1oG/2sq3y5KuZjfPBq6d398YBTYs63h0a/klZjC13WIVo+0CLo+xFQKtXLrOKDgN6+bMIn5RFOHIEqxHpKHx+eH3c0Xlb54M/a5hPAQ3myDusSrxpTOluz/wwfNPj64sR0CDyCasTKaDpPs0kmkk633n2v2+7In17yCesTrRTObOjQ+kMpuxan82ODy1EQIGWiXYxkRd3st2f2fXm+/eX/VgVBBRomeiXs3uxv39voTse1R9qqrpT3RKfCiC+9VxQuYqArpI9n7AGbQ3oLAFdnCPvsBabC2jpTp0LEdBFmbkEa7JsQMtnuV98QeUYBHQx8glrI6C7Rj5hbZYO6N3rVW4IKLDz1rsPdHDy8ujo6NOTkBM9BRRomTUG9NWj8k2TnjX9dgEFWmZtAT27M7Wb9HLD0z0FtI49n7ABMQP6Ntk6f30+qJyclN/2+Hpx5/hr2Qmf07eeqyegF3PkHTYiXkCfX8uPvn99u+JSydkV6B+XHnjhlh7xyCdsRrSAPhlOXypuMDfpeCaXbioXi3zCpsQKaHpj+Mt/sFdc0m76esoVN+p0W+NY9BM2JVJA3yRb5PeTtcp0NbP6tsYz2+vOhQe2XLR7IqUXoc8DWn1bYwEFdk20u3Km+z2LgBZ3N559foJN+KXYcIfNi3pf+CKgFeuWhzO1TDf0G905SUBLzFuCNlhTQNN9pFfKs5vOHja9c5KAjskntMJ6NuHzo/S9/v5HR6lP8pn0jWYxCeiIfEJLxDuIdGsU0OOqjfPne1Oncja985yADukntESkgJ4Wc+jTgCZ/npn0mRg8LSe0f6/pFZkEFGiZSAFNDwn1H6cBHfywd+Hh9cGro6f7+/v3jp4FXM9OQIGWiXUm0sSV6ZsdHVpQ1wNqwx1aJ9q58Ok66PBCdbMXE4mg2wE1bwlaKOLl7M4epcfW+80vlbyYLgdUPqGVNnhb44a6G1D5hJZaUUBfhtz1qF6nA7rpjwBUWUlAzx65rTGw+2IE9O3T69ev3xvfyeP5nvvCAx2wfEAHT4q5S79SfP2o1/RuHQvpWkBtuEPrLR/Qw9H0pezc9uyUzWFMY+pWQB04gi2wdEBPs/Myj54WN4l7srKJoF0KqHzCVlg6oIfF9vpZdpO4Jyta/TzvUkDlE7bEsgEd3wDpuNe78nxl5yF1LKCb/gjAIpYN6Pgmxm/2ev1rvd4vxZ8BWnyozgQU2BIRAloccc8uJ9KvuI5dJAIKtEzcgK7kMkyFHQ+o/Z6wfeIGtNlNOprZ6YAeOHAEWyhqQFe5ArrDAVVP2FJRA7qC84/Gdjugm/4MQAABBQgkoACBBHRDbLfD9osxkf6jo9Qne8M/JT51QeVajhvBLogQ0CouZ1dDPWFHCOj6ySfsiKUvJvLyqIpNeGD3uSvnmthsh90joOtwcGC/J+wgAV0D8YTdJKAAgQQUIJCAroZ9ntABAroCBw4aQSesN6CDk3Ta6KcnIbNEtyygm/4MwOqtMaCvHpVOVbr5rOm3b1FAgW5YW0DP7kyd7Xm54eXrWx5Qm+zQPesK6OleGs3r+7lrveZ38GxxQO3zhG5aU0CzW3Y+Lj3wYq/pFUfaHtBNfwhg7dYU0OOZXDa+iWfrAiqa0HXrCejgYa83vcF+2utdaXI0vkUBtckOpNYT0KrbfTS9BUj7ArrpjwFsmIACBFrbJnx/etbSNm3C22QHKqzpINLhTC3T3aJXm7yEgAIts6aAvtlLCvpZ6YGzpJ8zK6W11hpQxQTmW9dE+uNs6vx+cQfkfCZ9o1lMAgq0zdpO5Xy+N3UqZ/9+sxdYaUBNTAKaW9/FRAZPywnt32t6RSYBBVpmrZezG7w6erq/v3/v6FnA9eyiBlQwgeV15ILK08EUUGB5OxpQwQRWryMBBYhvRwMKsHqbC2j9ufA9gParqtfqsjkmoMDWq6rX6rI51vRqTFNs0dcxOrUMTx2jU2eR0VnPAL49+XyJ7/ZbrmN0ahmeOkanTnsCuhy/5TpGp5bhqWN06ghoFxidWoanjtGpI6BdYHRqGZ46RqfORgM6OHl5dHT06UnAqfDT/JbrGJ1ahqeO0amzuYC+elQ69n/z2ZKv5rdcx+jUMjx1jE6dTQX07M7U9KnLja5HP8NvuY7RqWV46hidOhsK6Gl2MdDr+7nsgvT96TvFN+K3XMfo1DI8dYxOnc0E9OvbSTAflx54kQR1mXn0fsu1jE4tw1PH6NTZTECPZ3KZJrXZTZEm+S3XMTq1DE8do1NnIwFN72E8vcHe9L7wU/yW6xidWoanjtGps5GAVp337lz4FTI6tQxPHaNTR0C7wOjUMjx1jE6dTW3C96dnLdmEXyGjU8vw1DE6dTZzEOlwppbpbtGrS7yi33Ido1PL8NQxOnU2E9A3e0lBPys9cJb0c2altAm/5TpGp5bhqWN06mxoIv1xNnV+/6Oj1Cf5TPplZjH5LdcyOrUMTx2jU2dTp3I+35s6lbN/f6nX81uuY3RqGZ46RqfOxi4mMnhaTmj/XoQrMgG0zqr+CzR4dfR0f3//3tEz9QR2lFV4gEACChBIQAECCShAIAEFCCSgAIEEFCCQgAIEElCAQAIKEEhAAQIJKEAgAQUIJKAAgQQUIJCAAgQSUIBAAgoQSEABAgkoQCABBQgkoACBBBQgkIACBBJQgEDtCejXt9/50firF3d7vd6le6+nFnqz13sw+uLs0V6v17/52Xo+32bNG53B8+vJQ9fvjx/q0ujMHZ5XM4PRkeEZPE3/Xlyq/8kXeWQnLTI6c5ZpTUAHD3vjfwPJF7n+9yYW+vp2bxzQ53vFMr+yxo+5IfNG500xFr3Lw6W6NDrzhmfwpHikd2u4UEeGZ/hj9nrvTj80/skXeWQnLTI685ZpS0AHh73xv4HRP4FeqZepw9IDpxcss4vmjc6on73elXy9q0ujM3d4DsePFAXtyPCUfsze1ZmHHiz+yE5aZHTmLtOSgGZ/60f/Bo6TL9IV5LOHpQfPi49e/ErTldHLyT8qTqYAAAqNSURBVDKv7kwus4vmjU46Fv376dbGXpGILo3O3OFJ//MyfCRfK+3I8GQ/5rPz/Oe86Cdf5JGdtMjozF+mHQF9ka1BDX9Z6Ucs1hQOS1td2eOjgB4PV7bSfz63znfZ3NE5Hj17WoxKh0ZnoeG5OvNIF4bndPSDpz9n9sfZn3yRR3bSIqMzf5k2BPTsTrrScGf0b+B0tCGa/nMob5u982+GAU2+GO7iSlYwrkwfbNoh80enNBbFH7szOov85TkcDUbx76Erw3M43gQvfs7Zn3yRR3bTIqMzf5k2BPQ43QAtHQc4Lv13b/yXP334wfHwB0r+cQx/taUfaRfNH53kF3l18nu6MzqL/OWZCWiHhmeo+JFnf/JFHtl5F47O/GVaEdD+u6/PJ/8NjPZdH5cPlNwafzlet574z8QOmj86pzMbWt0ZnUX+8kxswqcPdGh4hop/97M/+SKP7LwLR2f+Mm0I6Nu06Bf8GxjtBE2eTz5/OaCjaBzv9G95/uhkj2Rz0y7dzx/vzugs8pcn3S2aHUR6VGzed2h4hop/97M/+SKP7LwLR2f+Mm0IaKb0b6AU+fEhgXw7bPRjlX++2TWwnVM7OunQHBcTK/J5oB0bnXl/ebL9pB0enmwosi3S2Z98kUd23cWjM3+ZNgY0/YtfrEodD6fuFT+PgFaMThLQb4+mpmWLdWx05v3lySYwpW6+Hj7RqeHJJsoODyEL6LSa0Zm/TBsDmk18fvfzfJtrtBU2nJ7T9YDOjE4+czzdRn37pJju27HRmfOX5/x49J+X/v3i624Nz+hEAwGdVTc685dpZUDzCZ+Z/fznOJz++B37LdeNThbQ8Rk2E3s6zjsxOnP+8hwXSc3++1IcVerS8AxGJxAI6Kza0Zm/TCsDOtpp1b8/9TsV0PPZ0TkcT30sDh52bHTqh6d0AYXn+XpEt4bn7M74sgACOq1+dOYv086Ang+eX0s+c7LakH3e8UTHDh6Fz9SNzsTpWvm4dGx06oencqJOd4YnvfTF6BIzjsJPmTM685dpaUBHsoPv431YuVudm6xWNzoTc8dPuzg6c4enPDO0Y8OT7b8YnU1kHuikeaMzf5mWBzQ/G68ioB07XaJudCZ+p8ddHJ364ZndMOvQ8DzpTWyEOxNpwtzRmb9MGwNaOgM3b0NFQLtywm6hbnTSR8rHoB90bnTqh2d2vaI7w3M8dUld58KXzR+d+cu0MaDpMa98neHs9tQmxHF5xboLl4wp1I9OOkct/3v+fDwRtEOjUz886dXsxhe6HM6G7sTwJD/vO5NXlXc1prFFRmfuMm0MaH6BiPRgwF5p5WH4TPl6oM92/qKFhfrRSRORjsXb0eZGt0ZnzvAMZ4aOpsl2ZXiGZ89MPjT1ky/yyE5aZHTmL9PKgJam8k39Akv7szpy2ezcnNEp7ePo4hXp5wxP6ZHh0dRuDM/krq+8BK5IP7TI6MxfppUBHZ+8fHly9XnigMBPu3Hjlsy80RmOxfBkxW6NzrzhGd/l40qXhqd8c5PRP/+Kn3yRR3bPIqOzwDLtDOj54Om15BPeeDy91MS8tI7cOjA1d3Tepg/1bzwbP9Kh0Zk/PK/uZoPRreEpr3mP//m7K2dukdFZYJnWBBRg2wgoQCABBQgkoACBBBQgkIACBBJQgEACChBIQAECCShAIAEFCCSgAIEEFCCQgAIEElCAQAIKEEhA2aTjyduW5bcdvug+74mzmWtsT7v4e8OWgxoCyiY1C+jgyfy7RAooaySgbFKzgJ4ucJtdAWWNBJRNqg7oRRYJ6KIElAgElE0SULaagLJJAspWE1A2ac4+0MHz671e79K9z4snM9mNrQcv7mb3Li5u9H7Yu/L6xbXkgc/GYRw8vzZxb963T9MX6xf3O54K6Ju90U3jh5nO33z0FtMvUHrPeOPBlhFQNqk+oEnVCrfOJwN6dqf44nJeryRmz/Nbd4/C+KZYpP9g9FaFrJRTAU2+HN72+zD/0+jNi7eYfoHSe65qdGg9AWWTagP69e1RstJqlgJaeiav4GHvUta7q6MwjhfJAzfOX/WR/tEnSb4xDeQ43sVy0y9Qek86S0DZpHKVZuKWPHn5WfLl2cNipW+0D/QwyeK91+eDp3tFvw7T9cJsTXEYxnSR+/mqarpE2tN30z0Br+7kLzYd0NE2fP4m6fKXH6fb8XsXvEDpPeksAWWTagN6WOzvHMVuGNAkdsV28/BPh8Pt6tLaa75I8YfT0Zpi8i3pAjMHkQ5Ha5rF8sULXvQCpfekswSUTZq3Bjq5hjcM6PF4u/kwf+hwtCug+N5x746HGS4kQawM6Gm+XPJ4msXD8a7N6WP/xQuU3pPOElA2qXYfaLbTs/+tP3w99fR41TRbHbw68cg4vhPZLLx9+eFerzqgSRev5i94a7QjtPwW0y9Q/hR0lYCySfVH4Q+Hh4HyeUylp0erh8Wuy/EK42jzf/rg+ODF3eFxocqAFtvw+RZ8+fjV8LD71AtUvAWdI6BsUn1As4NEpePeFafKF6uK8wNaOqp+QUCzbfhiC768dBHQ6RcQUASUzZp7MZEXj0oFXWINNF+lvHTjvY/+zwX7QPNt+HwLvjyv/qIXEFAElM1a5GpMbz95VKwEVuwDLQ4WzQR0eh/o8WhC/EUHkfJt+HwLfnSgqOYFBBQBZbPqAlpKXNGsuqPwUwGdmHV0tbzSenrRJnyyZP/fPhydpzQZ4NkXEFAElM2qXQMdzxOaCmjVPNCpgI4XyV5l3L+z2xcGNHnoX9wu3jL5YO+MT+GsegEBRUDZrLnTmEYn/1w9L81uL5+JVJwVNBXQ4ZlIgye9YYzTLfD8sFS6bNXVmI57l/aK10l3efbvJy/99km+/MwLCCgCymYtNo1peNw7PxBefS78dEBLi5SvRJJPi7ogoG/2euVrMtW/gIAioGzWnGlMD4fFupylKv86XWL2akzTAR0vkr/Bk2H77uW7N6sCmr7+6OOcTk6hmnkBAUVA2ax5R+FfPUozNrom5yA9Hv9u9qfieqDFN1YENL8e6Phqndk3XEo2/PPjS5UXVJ5o4uBp6WKksy8goAgojJVP4IQFCCgMTa0PwzwCCoUXe26TRDMCCqnT0vEiWJCAQiqbImUPKM0IKKS+vtPrvaufNCOgAIEEFCCQgAIEElCAQAIKEEhAAQIJKEAgAQUIJKAAgQQUIJCAAgQSUIBAAgoQSEABAgkoQCABBQgkoACBBBQgkIACBBJQgEACChBIQAECCShAIAEFCCSgAIEEFCCQgAIEElCAQAIKEEhAAQIJKEAgAQUIJKAAgQQUIJCAAgQSUIBAAgoQSEABAgkoQCABBQgkoACBBBQgkIACBBJQgEACChBIQAECCShAIAEFCCSgAIEEFCCQgAIEElCAQAIKEEhAAQIJKEAgAQUIJKAAgQQUIJCAAgQSUIBAAgoQSEABAgkoQCABBQgkoACBBBQgkIACBBJQgEACChBIQAECCShAIAEFCCSgAIEEFCCQgAIEElCAQAIKEEhAAQIJKEAgAQUIJKAAgQQUIJCAAgQSUIBAAgoQSEABAgkoQCABBQgkoACBBBQgkIACBBJQgEACChBIQAECCShAIAEFCCSgAIH+P5zdxsQIYlbvAAAAAElFTkSuQmCC)
Inter-annual variability in historical effort
Answered
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Not variable (less than 20% inter-annual change (IAC))
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Variable (maximum IAC between 20% to 50%)
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Highly variable (maximum IAC between 50% and 100%)
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Justification
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Based on Figures J.5, J.9 and J.13 (Stanley 2009), there was an intermediate variability from year to year in exploitation rate.
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)
Historical fishing efficiency changes
Answered
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Declining by 2-3% pa (halves every 25-35 years)
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Declining by 1-2% pa (halves every 35-70 years)
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Stable -1% to 1% pa (may halve/double every 70 years)
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Increasing by 1-2% pa (doubles every 35-70 years)
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Increasing by 2-3% pa (doubles every 25-35 years)
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Justification
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Efficiency changes unknown, however, with changes in technology and communication, it is reasonable to assume that it is stable to increasing.
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)
Future fishing efficiency changes
Answered
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Declining by 2-3% pa (halves every 25-35 years)
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Declining by 1-2% pa (halves every 35-70 years)
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Stable -1% to 1% pa (may halve/double every 70 years)
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Increasing by 1-2% pa (doubles every 35-70 years)
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Increasing by 2-3% pa (doubles every 25-35 years)
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Justification
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No information could be found. It is reasonable that efficiency could increase with increases in technology; conversely, efficiency could decline as non-targeted fleets use technology to avoid bycatch
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)
Length at maturity
Answered
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Very small (0.4 < LM < 0.5)
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Small (0.5 < LM < 0.6)
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Moderate (0.6 < LM < 0.7)
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Moderate to large (0.7 < LM < 0.8)
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Large (0.8 < LM < 0.9)
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Justification
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“Some female canary rockfish in B.C. waters are mature at 8 y but 50% and 100% maturity occurs at about 13 y and 20 y, respectively (Fig. 9).” (COSEWIC 2007) See: Canary rockfish maturity.png (from COSEWIC 2007); Canary rockfish maturity from assessment.png; Canary rockfish growth.png (both from Stanley et al. 2009)
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)
Selectivity of small fish
Answered
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Very small (0.1 < S < 0.2)
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Small (0.2 < S < 0.4)
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Half asymptotic length (0.4 < S < 0.6)
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Large (0.6 < S < 0.8)
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Very large (0.8 < S < 0.9)
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Justification
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Selectivity is estimated in the assessment model. see Canary rockfish selectivity.png
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)
Selectivity of large fish
Answered
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Asymptotic selectivity (SL = 1)
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Declining selectivity with length (0.75 < SL < 1)
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Dome-shaped selectivity (0.25 < SL < 0.75)
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Strong dome-shaped selectivity (SL < 0.25)
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Justification
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Selectivity appears to be asymptotic. (see Canary rockfish selectivity.png)
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)
Discard rate
Answered
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Low (DR < 1%)
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Low - moderate (1% < DR < 10%)
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Moderate (10% < DR < 30%)
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Moderate - high (30% < DR < 50%)
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High (50% < DR < 70%)
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Justification
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“We used observations of canary rockfish catch relative to halibut catch in the IPHC halibut survey for 2003-2005 to estimate a bycatch ratio of 0.006 (0.6%). We then estimate the incidental catch (discarded and retained) by applying this ratio to total halibut landings from B.C.” “Discard estimates are not available prior to 1996 and the establishment of the independent observer program.” “Discards for this species are minor, with generally less than 10 t per year recorded since 1996–97 for all areas (Table H.1).” (all quotes from Stanley et al. 2009. See also Table.H.1.png) (referring to the hook and line fishery): “These fleets now operate under a regulation of 100% retention of rockfish, with electronic review of discarding to confirm that discarding is negligible.” (Stanley et al. 2009)
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)
Post-release mortality rate
Answered
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Low (PRM < 5%)
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Low - moderate (5% < PRM < 25%)
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Moderate (25% < PRM < 50%)
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Moderate - high (50% < PRM < 75%)
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High (75% < PRM < 95%)
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Almost all die (95% < PRM < 100%)
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Justification
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Catches are hauled up from very deep habitat; captured fish are usually dead or with distented eyes and stomach due to expanded swim bladder. Discards are treated as 100% mortality in the assessment model.
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)
Recruitment variability
Answered
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Very low (less than 20% inter-annual changes (IAC))
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Low (max IAC of between 20% and 60%)
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Moderate (max IAC of between 60% and 120%)
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High (max IAC of between 120% and 180%)
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Very high (max IAC greater than 180%)
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Justification
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Estimate of recruitment standard deviation not shown; projections assume recruitment standard deviation is 0.6.
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)
Size of an existing MPA
Answered
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None
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Small (A < 5%)
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Small-moderate (5% < A < 10%)
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Moderate (10% < A < 20%)
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Large (20% < A < 30%)
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Very large (30% < A < 40%)
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Huge (40% < A < 50%)
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Justification
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Canary rockfish are found somewhat offshore and outside the various rockfish conservation areas (RCAs). Historical catch locations do not fall within the RCAs and there is no mention of RCAs affecting catches in the assessment report.
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)
Spatial mixing (movement) in/out of existing MPA
Answered
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Very low (P < 1%)
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Low (1% < P < 5%)
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Moderate (5% < P < 10%)
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High (10% < P < 20%)
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Fully mixed
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Justification
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“A tagging study conducted in Oregon (DeMott 1983) indicated that individual canary rockfish can move significant distances (>100 km).” (Stanley et al. 2009) “Yelloweye rockfish remain near the bottom and have small home ranges, while some canary rockfish and bocaccio have larger home ranges, move long distances, and spend time suspended in the water column (Love et al. 2002). Adults of each species are most commonly found between 131 feet to 820 feet (40 to 250 m) (Love et a1. 2002; Orr et al. 2000).” (https://www.fws.gov/wafwo/Documents/RangewideSOS/NMFS/Rangewide%20Status%20of%20Rockfish.pdf)
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)
Size of a future potential MPA
Answered
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None
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Small (A < 5%)
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Small-moderate (5% < A < 10%)
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Moderate (10% < A < 20%)
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Large (20% < A < 30%)
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Very large (30% < A < 40%)
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Huge (40% < A < 50%)
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Justification
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No future spatial closures are being considered
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![](data:image/png;base64,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)
Spatial mixing (movement) in/out of future potential MPA
Answered
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Very low (P < 1%)
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Low (1% < P < 5%)
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Moderate (5% < P < 10%)
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High (10% < P < 20%)
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Fully mixed
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Justification
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No justification was provided
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)
Initial stock depletion
Answered
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Very low (0.1 < D1 < 0.15)
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Low (0.15 < D1 < 0.3)
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Moderate (0.3 < D < 0.5)
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High (0.5 < D1)
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Asymptotic unfished levels (D1 = 1)
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Justification
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Initial exploitation is very low (see Figures J.5, J.9, J.13; Stanley et al. 2009).
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)
Management Characteristics
Types of fishery management that are possible
Answered
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TAC (Total Allowable Catch): a catch limit
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TAE (Total Allowable Effort): an effort limit
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Size limit
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Time-area closures (a marine reserve)
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Justification
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1. Describe what, if any, current management measures are used to constrain catch/effort. “The current overall TAC is 1193 t (Table 2) with 87.70% of the canary rockfish quota allocated to trawl (T license), 11.77% to outer coast HL rockfish harvesters (ZN-outside license), and 0.53% to Pacific halibut harvesters (L license). Catches in the trawl fleet are constrained by an annual quota and vessel-specific quotas. Hook and line catches were constrained by annual quotas and trip limits. Since 2006, there has been virtually 100% monitoring in all remaining groundfish sectors, with the exception of a small trawl fishery in the Strait of Georgia. The HL harvesters are also now constrained by sector and vessel quotas. Groundfish catches in the recreational fishery are constrained by a bag limit (for “all rockfish” combined) which varies by area." (Stanley et al. 2009)
2. Describe historical management measures, if any. “There is also a drop in exploitation rate in the mid-1990s which coincides with significant management changes which were implemented in the trawl fishery in the mid-1990s. Additional management changes have since been implemented in the hook and line fishery in the mid- 2000s, which should also lead to reductions in exploitation on this species.”; “(referring to the commercial trawl fishery) We argue that catch rate data prior to April 1996 are not comparable over time, owing largely to the significant and varying degrees of mis-reporting. As noted before, our concerns about this period are based on the reporting of a large number of landing events, known to the senior author and others, for which the fishing logs and sales slips were obviously falsified. Furthermore, the trip limits were varied over time; thus the directions of the biases would vary from one year to the next, or over groups of years. The dysfunction in the catch reporting system and the resulting inability to manage to quotas was the primary reason that the Department imposed 100% observer coverage on the trawl fishery in 1996.” (Stanley et al. 2009)
3. Describe main strengths and weaknesses of current monitoring and enforcement capacity. At-sea observer coverage approaches 100%; dockside monitoring is 100%. I see no weaknesses with monitoring.
4. Describe and reference any legal/policy requirements for management, monitoring and enforcement.
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TAC offset: consistent overages/underages
Answered
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Large underages (40% - 70% of recommended)
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Underages (70% - 90% of recommended)
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Slight underages (90% - 100% of recommended)
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Taken exactly (95% - 105% of recommended)
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Slight overages (100% - 110% of recommended)
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Overages (110% - 150% of recommended)
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Large overages (150% - 200% of recommended)
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Justification
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See table 2 (from Stanley et al. 2009)
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)
TAC implementation variability
Answered
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Constant (V < 1%)
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Not variable (1% < V < 5%)
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Low variability (5% < V < 10%)
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Variable (10% < V < 20%)
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Highly variable (20% < V < 40%)
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Justification
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See Table 2 in Stanley et al. 2009
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)
TAE offset: consistent overages/underages
Answered
|
Large underages (40% - 70% of recommended)
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Underages (70% - 90% of recommended)
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Slight underages (90% - 100% of recommended)
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Taken exactly (95% - 105% of recommended)
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Slight overages (100% - 110% of recommended)
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Overages (110% - 150% of recommended)
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Large overages (150% - 200% of recommended)
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Justification
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See Table 2 in Stanley et al. 2009
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)
TAE implementation variability
Answered
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Constant (V < 1%)
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Not variable (1% < V < 5%)
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Low variability (5% < V < 10%)
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Variable (10% < V < 20%)
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Highly variable (20% < V < 40%)
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Justification
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Hook and line fishery is regulated by trip limits, but there is no indication of what those limits are or how they are regulated. Given the high oversight, I would presume there are no overages and likely only mild underages.
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)
Size limit offset: consistent overages/underages
Answered
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Much smaller (40% - 70% of recommended)
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Smaller (70% - 90% of recommended)
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Slightly smaller (90% - 100% of recommended)
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Taken exactly (95% - 105% of recommended)
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Slightly larger (100% - 110% of recommended)
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Larger (110% - 150% of recommended)
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Much larger (150% - 200% of recommended)
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Justification
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No size limits
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)
Size limit implementation variability
Answered
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Constant (V < 1%)
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Not variable (1% < V < 5%)
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Low variability (5% < V < 10%)
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Variable (10% < V < 20%)
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Highly variable (20% < V < 40%)
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Justification
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No justification was provided
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)
Data Characteristics
Available data types
Answered
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Historical annual catches (from unfished)
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Recent annual catches (at least 5 recent years)
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Historical relative abundance index (from unfished)
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Recent relative abundance index (at least 5 recent years)
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Fishing effort
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Size composition (length samples)
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Age composition (age samples)
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Growth (growth parameters)
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Absolute biomass survey
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Justification
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1. Provide the time series (specify years, if possible) that exist for catch, effort, and CPUE/abundance indices. Catch has been reconstructed for 1930 to present. Recent catches are reported from hand and line, trap and trawl fisheries through dockside reporting and on-board observer program Relative abundance comes from shrimp trawl surveys in WCVI, Queen Charlotte Sound, GB Reed, as well as the Queen Charlotte Synoptic trawl survey, and the Canary Rockfish CPUE survey Fiishing effort is available though it seems it is used only for calculation of CPUE “Most of the age composition samples are from port samples taken at dockside during unloading, although there have been an increase in the number of samples taken by the ASOP in recent years (Figure 4). The latter sampling seems to have been more heavily weighted towards the WCVI than to QCSd (Figure 4). In spite of numerous samples, there is no obvious progression of specific cohorts, particularly in more recent years (Figure 5).” (Shepard et al. 2009) Growth parameters are directly estimated in the stock assessment document.
2. Describe how these data collected (e.g., log books, dealer reporting, observers). “Biological sample data were extracted from the GFBio database at the Pacific Biological Station. The extraction did not include “surface-read” ages from the 1970’s. Samples sources include port samples taken from commercial landings, and at-sea observer (ASOP) samples taken during commercial fishing operations, and research samples taken during surveys.“(Shephard et al. 2009)
3. Describe what types of sampling programs and methodologies exist for data collection, including the time-series of available sampling data and quality. The details of the sampling methodology are unknown. CPUE were reconstructed from historical time series from various sources; data from 1930-1940s comes from US landings.
4. Describe all sources of uncertainty in the status, biology, life history and data sources of the fishery. Include links to documentation, reports. ”Basic life history research may help to resolve assessment uncertainties regarding appropriate values for natural mortality and steepness, and how to best account for the apparent loss of older females in the population." (Canary Rockfish STAR panel 2005) “Steepness is a parameter which is poorly estimated in these models and highly uncertain” (Shephard et al. 2009) “There is uncertainty due to high variability in the various index series (characteristic of trawl surveys) and the unknown degree to which abundance trends in the southern part of the Canadian range reflect abundance trends throughout the species’ range in Canadian waters”; “There are several sources of uncertainty in interpreting population status. Uncertainty about recent trend in the most reliable index is discussed above. There is also uncertainty with respect to applying population trend indices from one part of the distribution (southwest, off the west coast of Vancouver Island) to the whole distribution. There is uncertainty about trends in biological characteristics (particularly age and length) since biological sampling has generally been at a low level, pattern has varied over time, and changes in fishing patterns could have influenced the data. Overall there is considerable variability in the information. However, the strong decline in two relatively reliable indices is considered to provide a relatively clear signal of population trend.” (COSEWIC 2008)
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Catch reporting bias
Answered
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Strong under-reporting (30% - 50%)
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Under-reporting (10% - 30%)
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Slight under-reporting (0% - 10%)
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Reported accurately (+/- 5%)
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Slight over-reporting (less than 10%)
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Justification
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“Even with good catch data in the period 1996+, CPUE can be expected to be “hyper-stable” within the context of an individual vessel quota (IVQ) fishery (IVQs were introduced in 1997). As canary rockfish abundance varies, fishers in an IVQ fishery are likely to alternate between targeting and avoiding this species in response to changes in abundance, thus making CPUE appear to be stable. However, we assume this tendency towards hyper-stability would be overwhelmed by large-scale changes in abundance, particularly for declines because, at some point, IVQs will not be caught if abundance declines significantly. This should be manifest in the CPUE as well. Therefore, these analyses were conducted to examine whether there was evidence of a decline large enough to overcome the tendency for hyper-stability." (COSEWIC 2007)
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)
Hyperstability in indices
Answered
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Strong hyperdepletion (2 < Beta < 3)
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Hyperdepletion (1.25 < Beta < 2)
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Proportional (0.8 < Beta < 1.25)
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Hyperstability (0.5 < Beta < 0.8)
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Strong hyperstability (0.33 < Beta < 0.5)
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Justification
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“Even with good catch data in the period 1996+, CPUE can be expected to be “hyper-stable” within the context of an individual vessel quota (IVQ) fishery (IVQs were introduced in 1997). As canary rockfish abundance varies, fishers in an IVQ fishery are likely to alternate between targeting and avoiding this species in response to changes in abundance, thus making CPUE appear to be stable. However, we assume this tendency towards hyper-stability would be overwhelmed by large-scale changes in abundance, particularly for declines because, at some point, IVQs will not be caught if abundance declines significantly. This should be manifest in the CPUE as well. Therefore, these analyses were conducted to examine whether there was evidence of a decline large enough to overcome the tendency for hyper-stability." (COSEWIC 2007)
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)
Available data types
Answered
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Perfect
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Good (accurate and precise)
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Data moderate (some what inaccurate and imprecise)
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Data poor (inaccurate and imprecise)
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Justification
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Catches appear accurate, though samples “There is uncertainty about trends in biological characteristics (particularly age and length) since biological sampling has generally been at a low level, pattern has varied over time, and changes in fishing patterns could have influenced the data.” (COSEWIC 2007)
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Version Notes
The package is subject to ongoing testing. If you find a bug or a problem please send a report to t.carruthers@oceans.ubc.ca so that it can be fixed!
tcar_-2019-11-26-10:25:40
Open Source, GPL-2 2019